{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Obtaining information about your `backend`\n",
    "\n",
    "#### _Note: All the attributes of the backend are described in detail in the [Qiskit Backend Specifications](https://arxiv.org/pdf/1809.03452.pdf). This page reviews a subset of the spec._\n",
    "\n",
    "Programming a quantum computer at the microwave pulse level requires more information about the device than is required at the circuit level. A quantum circuit is built for an abstract quantum computer -- it will yield the same quantum state on any quantum computer (except for varying performance levels). A pulse schedule, on the other hand, is so specific to the device, that running one program on two different backends is not expected to have the same result, even on perfectly noiseless systems.\n",
    "\n",
    "As a basic example, imagine a drive pulse `q0_X180` calibrated on qubit 0 to enact an $X180$ pulse, which flips the state of qubit 0. If we use the samples from that pulse on qubit 1 on the same device, or qubit 0 on another device, we do not know what the resulting state will be -- but we can be pretty sure it won't be an $X180$ operation. The qubits are each unique, with various drive coupling strengths. If we have specified a frequency for the drive pulse, it's very probable that pulse would have little effect on another qubit, which has its own resonant frequency.\n",
    "\n",
    "With that, we have motivated why information from the backend may be very useful at times for building Pulse schedules. The information included in a `backend` is broken into three main parts:\n",
    "\n",
    " - [**Configuration**](#Configuration): static backend features\n",
    " - [**Properties**](#Properties): measured and reported backend characteristics\n",
    " - [**Defaults**](#Defaults): default settings for the OpenPulse-enabled backend\n",
    " \n",
    "which are each covered in the following sections. While all three of these contain interesting data for Pulse users, the defaults are _only_ provided for backends enabled with OpenPulse.\n",
    "\n",
    "The first thing you'll need to do is grab a backend to inspect. Here we use a mocked backend that contains a snapshot of data from the real OpenPulse-enabled backend."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from qiskit.test.mock import FakeAlmaden\n",
    "\n",
    "backend = FakeAlmaden()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Configuration\n",
    "\n",
    "The configuration is where you'll find data about the static setup of the device, such as its name, version, the number of qubits, and the types of features it supports.\n",
    "\n",
    "Let's build a description of our backend using information from the `backend`'s config."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "This backend is called fake_almaden, and is on version 1.4.6. It has 20 qubits. It supports OpenPulse programs. The basis gates supported on this device are ['id', 'u1', 'u2', 'u3', 'cx'].\n"
     ]
    }
   ],
   "source": [
    "config = backend.configuration()\n",
    "\n",
    "# Basic Features\n",
    "print(\"This backend is called {0}, and is on version {1}. It has {2} qubit{3}. It \"\n",
    "      \"{4} OpenPulse programs. The basis gates supported on this device are {5}.\"\n",
    "      \"\".format(config.backend_name,\n",
    "                config.backend_version,\n",
    "                config.n_qubits,\n",
    "                '' if config.n_qubits == 1 else 's',\n",
    "                'supports' if config.open_pulse else 'does not support',\n",
    "                config.basis_gates))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Neat! All of the above configuration is available for any backend, whether enabled with OpenPulse or not, although it is not an exhaustive list. There are additional attributes available on Pulse backends. Let's go into a bit more detail with those.\n",
    "\n",
    "The **timescale**, `dt`, is backend dependent. Think of this as the inverse sampling rate of the control rack's arbitrary waveform generators. Each sample point and duration in a Pulse `Schedule` is given in units of this timescale."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.2222222222222221e-10"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.dt  # units of seconds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The configuration also provides information that is useful for building measurements. Pulse supports three measurement levels: `0: RAW`, `1: KERNELED`, and `2: DISCRIMINATED`. The `meas_levels` attribute tells us which of those are supported by this backend. To learn how to execute programs with these different levels, see this page -- COMING SOON."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[1, 2]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.meas_levels"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For backends which support measurement level 0, the sampling rate of the control rack's analog-to-digital converters (ADCs) also becomes relevant. The configuration also has this info, where `dtm` is the time per sample returned:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2.2222222222222221e-10"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.dtm"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The measurement map, explained in detail on [this page COMING SOON], is also found here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[[0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19]]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.meas_map"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The configuration also supplies convenient methods for getting channels for your schedule programs. For instance:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "DriveChannel(0)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.drive(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "MeasureChannel(0)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.measure(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AcquireChannel(0)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "config.acquire(0)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It is a matter of style and personal preference whether you use `config.drive(0)` or `DriveChannel(0)`.\n",
    "\n",
    "## Properties\n",
    "\n",
    "The `backend` properties contain data that was measured and optionally reported by the provider. Let's see what kind of information is reported for qubit 0."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "props = backend.properties()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Qubit 0 has a \n",
      "  - T1 time of 96.36208105210916 microseconds\n",
      "  - T2 time of 43.4363963452638 microseconds\n",
      "  - U2 gate error of 0.0011847011560486597\n",
      "  - U2 gate duration of 35.55555555555556 nanoseconds\n",
      "  - resonant frequency of 4.85648672471907 GHz\n"
     ]
    }
   ],
   "source": [
    "def describe_qubit(qubit, properties):\n",
    "    \"\"\"Print a string describing some of reported properties of the given qubit.\"\"\"\n",
    "\n",
    "    # Conversion factors from standard SI units\n",
    "    us = 1e6\n",
    "    ns = 1e9\n",
    "    GHz = 1e-9\n",
    "\n",
    "    print(\"Qubit {0} has a \\n\"\n",
    "          \"  - T1 time of {1} microseconds\\n\"\n",
    "          \"  - T2 time of {2} microseconds\\n\"\n",
    "          \"  - U2 gate error of {3}\\n\"\n",
    "          \"  - U2 gate duration of {4} nanoseconds\\n\"\n",
    "          \"  - resonant frequency of {5} GHz\".format(\n",
    "              qubit,\n",
    "              properties.t1(qubit) * us,\n",
    "              properties.t2(qubit) * us,\n",
    "              properties.gate_error('u2', qubit),\n",
    "              properties.gate_length('u2', qubit) * ns,\n",
    "              properties.frequency(qubit) * GHz))\n",
    "\n",
    "describe_qubit(0, props)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Properties are not guaranteed to be reported, but backends without Pulse access typically also provide this data.\n",
    "\n",
    "## Defaults\n",
    "\n",
    "Unlike the other two sections, `PulseDefaults` are only available for Pulse-enabled backends. It contains the default program settings run on the device."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "defaults = backend.defaults()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Drive frequencies\n",
    "\n",
    "Defaults contains the default frequency settings for the drive and measurement signal channels:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DriveChannel(0) defaults to a modulation frequency of 4.85648672471907 GHz.\n",
      "MeasureChannel(0) defaults to a modulation frequency of 7.264856891000002 GHz.\n"
     ]
    }
   ],
   "source": [
    "q0_freq = defaults.qubit_freq_est[0]  # Hz\n",
    "q0_meas_freq = defaults.meas_freq_est[0]  # Hz\n",
    "\n",
    "GHz = 1e-9\n",
    "print(\"DriveChannel(0) defaults to a modulation frequency of {} GHz.\".format(q0_freq * GHz))\n",
    "print(\"MeasureChannel(0) defaults to a modulation frequency of {} GHz.\".format(q0_meas_freq * GHz))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Pulse Schedule definitions for QuantumCircuit instructions\n",
    "\n",
    "Finally, one of the most important aspects of the `backend` for `Schedule` building is the `InstructionScheduleMap`. This is a basic mapping from a circuit operation's name and qubit to the default pulse-level implementation of that instruction. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<InstructionScheduleMap(1Q instructions:\n",
      "  q0: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q1: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q2: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q3: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q4: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q5: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q6: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q7: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q8: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q9: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q10: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q11: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q12: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q13: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q14: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q15: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q16: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q17: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q18: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "  q19: {'u3', 'id', 'x', 'u2', 'u1', 'measure'}\n",
      "Multi qubit instructions:\n",
      "  (0, 1): {'cx'}\n",
      "  (1, 0): {'cx'}\n",
      "  (1, 2): {'cx'}\n",
      "  (1, 6): {'cx'}\n",
      "  (2, 1): {'cx'}\n",
      "  (2, 3): {'cx'}\n",
      "  (3, 2): {'cx'}\n",
      "  (3, 4): {'cx'}\n",
      "  (3, 8): {'cx'}\n",
      "  (4, 3): {'cx'}\n",
      "  (5, 6): {'cx'}\n",
      "  (5, 10): {'cx'}\n",
      "  (6, 1): {'cx'}\n",
      "  (6, 5): {'cx'}\n",
      "  (6, 7): {'cx'}\n",
      "  (7, 6): {'cx'}\n",
      "  (7, 8): {'cx'}\n",
      "  (7, 12): {'cx'}\n",
      "  (8, 3): {'cx'}\n",
      "  (8, 7): {'cx'}\n",
      "  (8, 9): {'cx'}\n",
      "  (9, 8): {'cx'}\n",
      "  (9, 14): {'cx'}\n",
      "  (10, 5): {'cx'}\n",
      "  (10, 11): {'cx'}\n",
      "  (11, 10): {'cx'}\n",
      "  (11, 12): {'cx'}\n",
      "  (11, 16): {'cx'}\n",
      "  (12, 7): {'cx'}\n",
      "  (12, 11): {'cx'}\n",
      "  (12, 13): {'cx'}\n",
      "  (13, 12): {'cx'}\n",
      "  (13, 14): {'cx'}\n",
      "  (13, 18): {'cx'}\n",
      "  (14, 9): {'cx'}\n",
      "  (14, 13): {'cx'}\n",
      "  (15, 16): {'cx'}\n",
      "  (16, 11): {'cx'}\n",
      "  (16, 15): {'cx'}\n",
      "  (16, 17): {'cx'}\n",
      "  (17, 16): {'cx'}\n",
      "  (17, 18): {'cx'}\n",
      "  (18, 13): {'cx'}\n",
      "  (18, 17): {'cx'}\n",
      "  (18, 19): {'cx'}\n",
      "  (19, 18): {'cx'}\n",
      "  (0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19): {'measure'}\n",
      ")>\n"
     ]
    }
   ],
   "source": [
    "calibrations = defaults.instruction_schedule_map\n",
    "print(calibrations)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Rather than build a measurement schedule from scratch, let's see what was calibrated by the backend to measure the qubits on this device:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1500x1800 with 1 Axes>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "measure_schedule = calibrations.get('measure', [q for q in range(config.n_qubits)])\n",
    "measure_schedule.draw(plot_range=[0, 1000])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This can easily be appended to your own Pulse `Schedule` (`sched += calibrations.get('measure', <qubits>) << sched.duration`)!\n",
    "\n",
    "Likewise, each qubit will have a `Schedule` defined for each basis gate, and they can be appended directly to any `Schedule` you build."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# You can use `has` to see if an operation is defined. Ex: Does qubit 3 have an x gate defined?\n",
    "calibrations.has('x', 3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Schedule((0, ShiftPhase(-3.1415, DriveChannel(0))), (0, ShiftPhase(-3.1415, ControlChannel(1))), name=\"u1\")"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Some circuit operations take parameters. U1 takes a rotation angle:\n",
    "calibrations.get('u1', 0, P0=3.1415)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "While building your schedule, you can also use `calibrations.add(name, qubits, schedule)` to store useful `Schedule`s that you've made yourself.\n",
    "\n",
    "On this [page](07_pulse_scheduler.ipynb), we'll show how to schedule `QuantumCircuit`s into Pulse `Schedule`s."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<h3>Version Information</h3><table><tr><th>Qiskit Software</th><th>Version</th></tr><tr><td>Qiskit</td><td>0.23.2</td></tr><tr><td>Terra</td><td>0.16.2</td></tr><tr><td>Aer</td><td>0.7.2</td></tr><tr><td>Ignis</td><td>0.5.1</td></tr><tr><td>Aqua</td><td>0.8.1</td></tr><tr><td>IBM Q Provider</td><td>0.11.1</td></tr><tr><th>System information</th></tr><tr><td>Python</td><td>3.9.1 (default, Dec 10 2020, 10:36:35) \n",
       "[Clang 12.0.0 (clang-1200.0.32.27)]</td></tr><tr><td>OS</td><td>Darwin</td></tr><tr><td>CPUs</td><td>6</td></tr><tr><td>Memory (Gb)</td><td>32.0</td></tr><tr><td colspan='2'>Tue Jan 26 15:30:30 2021 EST</td></tr></table>"
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       "<div style='width: 100%; background-color:#d5d9e0;padding-left: 10px; padding-bottom: 10px; padding-right: 10px; padding-top: 5px'><h3>This code is a part of Qiskit</h3><p>&copy; Copyright IBM 2017, 2021.</p><p>This code is licensed under the Apache License, Version 2.0. You may<br>obtain a copy of this license in the LICENSE.txt file in the root directory<br> of this source tree or at http://www.apache.org/licenses/LICENSE-2.0.<p>Any modifications or derivative works of this code must retain this<br>copyright notice, and modified files need to carry a notice indicating<br>that they have been altered from the originals.</p></div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
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   ],
   "source": [
    "import qiskit.tools.jupyter\n",
    "%qiskit_version_table\n",
    "%qiskit_copyright"
   ]
  }
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